Nadav Yesha

activity

20162026

most citedIntermediate-scale statistics for real-valued lacunary sequences

2 citations · 2 across the 8 of their papers we have counts for

collaborators

Showing 2020Show all

4 papers · 1 filter

math.NT2020

Gap statistics and higher correlations for geometric progressions modulo one

Christoph Aistleitner, Simon Baker, Niclas Technau +1

Koksma's equidistribution theorem from 1935 states that for Lebesgue almost every $α > 1$ , the fractional parts of the geometric progression $(α^{n})_{n \geq 1}$ are equidistributed mo…

math.AP2020

Differences between Robin and Neumann eigenvalues

Zeev Rudnick, Igor Wigman, Nadav Yesha

Let $Ω \subset R^{2}$ be a bounded planar domain, with piecewise smooth boundary $\partial Ω$ . For $σ > 0$ , we consider the Robin boundary value problem \[ -Δf =λf, \qquad \frac…

math.NT2020

On the correlations of $n^{α}$ mod 1

Niclas Technau, Nadav Yesha

A well known result in the theory of uniform distribution modulo one (which goes back to Fejér and Csillag) states that the fractional parts ${n^{α}}$ of the sequence $(n^α)_{n\ge1…

math-ph2020

The defect of toral Laplace eigenfunctions and Arithmetic Random Waves

Par Kurlberg, Igor Wigman, Nadav Yesha

We study the defect (or "signed area") distribution of toral Laplace eigenfunctions restricted to shrinking balls of radius above the Planck scale, in either random Gaussian scenar…

Gap statistics and higher correlations for geometric progressions modulo one

Differences between Robin and Neumann eigenvalues

On the correlations of nα mod 1

The defect of toral Laplace eigenfunctions and Arithmetic Random Waves

On the correlations of $n^{α}$ mod 1